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2. (10 points) Prove the following identity using algebraic manipulat.pdf

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The identity ABC+AC=AC+BC can be proven through algebraic manipulation. By distributing the common factor AC across the two terms on the left side, and collecting like terms on the right side, the identity reduces to AC(B+1)=AC(B+1), which is clearly a true statement.

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2. (10 points) Prove the following identity using algebraic manipulation: ABC+AC=AC+BC

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  • 1. 2. (10 points) Prove the following identity using algebraic manipulation: ABC+AC=AC+BC